Nonstationary Random Vibration of One-Degree and Multidegree of Freedom Systems

Meng Qing-sheng

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Meng Qing-sheng. Nonstationary Random Vibration of One-Degree and Multidegree of Freedom Systems[J]. Applied Mathematics and Mechanics, 1985, 6(4): 335-344.

Citation:

Meng Qing-sheng. Nonstationary Random Vibration of One-Degree and Multidegree of Freedom Systems[J]. Applied Mathematics and Mechanics, 1985, 6(4): 335-344.

Citation:

Meng Qing-sheng. Nonstationary Random Vibration of One-Degree and Multidegree of Freedom Systems[J]. Applied Mathematics and Mechanics, 1985, 6(4): 335-344.

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Nonstationary Random Vibration of One-Degree and Multidegree of Freedom Systems

Meng Qing-sheng

Nankai University, Tianjin

Received Date: 1981-04-15
Publish Date: 1985-04-15

Abstract

Abstract

In the paper[1]for nonstationary random processes such as where here W(t,τ) is the response function of the systems to the unit pulse.This paper is continued on paper[1].We obtain some results for the one-degree and multidegree of freedom systems.

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References(4)

References

[1]	孟庆生,关于线性动力系统非平稳随机振动问题,应用力学,1 (1980).
[2]	Crandall,S. H. and W. 1). Mark, Random Vibration in Mechanioal Systems,Academic Press (1963).
[3]	星谷勝,《随机振动分析》,常宝琦译,地震出版社(1977).
[4]	吉米列夫,Г. B.,《汽车理论》,吉林工业大学汽车教研室译,人民交通出版社(1964).